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Chapter 3

REVIEW QUESTIONS

In the following problems, assume activities equal concentrations and ignore complexing

unless instructed otherwise. Use the constants in Table 3-1.

1. What is the pH of pure water in equilibrium with 1 atmosphere of carbon dioxide at

25℃?

2. What is the pH and calcium concentration of pure water in equilibrium with calcite and

one atmosphere of CO2 at 25℃?

3. What is the calcium concentration in a water in equilibrium with calcite at a Pco2 of

-2.5

10 atm at 50℃?

4. The water in question 3 is warmed from 50 to 25℃. How much calcite should precipitate,

assuming chemical equilibrium and (a) constant Pco2; (b) no loss or gain of CO2 gas? In case (b),

what .will be the final pH and Pco2?

5. A 0.01-m NaHCO3 solution is allowed to equilibrate with calcite at a Pco2 of 10-3.5atm at

250℃. How much Ca2+ (in ppm) will the solution contain, and what will be its pH?

6. A 0.01-m CaCl2 solution is allowed to eqtiilibrate with calcite at a Pco2of 10-3.5atm and

25℃. What will be the resulting pH and HCO~ concentration?

7. What should be the pH of a puddle of rain on an outcrop of dolomite at 25℃? (Assume

chemical equilibrium.)

8. An "ideal" rain consists of pure water in equilibrium with CO2 at a partial pressure of

-3.5

10 atm. By how many millimeters per century should limestone exposed to this rain be

dissolved if equilibrium is attained? Assume a rainfall of 1 m/year, 25℃, a system open to CO2,

and a density for calcite of 2.7 g/cm3.

9. If the rain in question 8 were "acid”, containing 0.1 meq/kg of free acidity, how many

millimeters per century would be dissolved?

10. A river water has the following chemical analysis:



Na+ 11.4 ppm SO4+ 58 ppm

K+ 1.56 ppm Alkalinity 1.30 meq/kg

2+

Ca 24.0 ppm pH 8.10

2+

Mg 10.0 ppm Temp. 10℃

-

CI 1.9 ppm

With what Pco2 would the water be in equilibrium? By how much is it supersaturated or

undersaturated with respect to calcite? (Calculate activity coefficients by the Debye-Huckel

equation,Chapter 2.)

11. Perform the same calculations as in Problem 10 using the WATEQ4F code. How do the

results compare to your "hand-calculated" values?



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